- #1
Loopas
- 55
- 0
I've attached a picture of the problem.
The problem asks from f'(0) of the function:
f(x)=e^(2x)*g(x)
g(0)=-5 and g'(0)=3 are given.
So the answer I came to was:
f'(x)=2e^(2x)*g'(x)
However, when I work out the numbers I get:
f'(0)=6
This is not right. So I figured I made a mistake a mistake when taking the derivative of f(x). Now I'm stuck because I'm not sure how to derive the function when g(x) isn't explicitly given.
The problem asks from f'(0) of the function:
f(x)=e^(2x)*g(x)
g(0)=-5 and g'(0)=3 are given.
So the answer I came to was:
f'(x)=2e^(2x)*g'(x)
However, when I work out the numbers I get:
f'(0)=6
This is not right. So I figured I made a mistake a mistake when taking the derivative of f(x). Now I'm stuck because I'm not sure how to derive the function when g(x) isn't explicitly given.